This book is mainly intended for first-year university students who undertake a basic linear algebra course, as well as instructors. It contains the basic notions of linear algebra through solved exercises as well as a 'True or False' section in each chapter. Each chapter also contains an essential background section, which makes the book easier to use.
Contents:
- Introduction
- Matrices
- Vector Spaces
- Linear Maps on Vector Spaces
- Determinants and Systems of Linear Equations
- Special Matrices
- Eigenvalues
- Diagonalization and Triangularization
- Positive Semi-definite Matrices on M2(ℝ)
- Bibliography
- Index
Readership: First year mathematics and computer science students and instructors who will be learning/teaching linear algebra.
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